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<h3>rep_fig1.r</h3>

<p>Allan &mdash; <em>Sep 17, 2013, 3:10 PM</em></p>

<pre><code class="r">setwd(&quot;/Users/Allan/Dropbox/!!Papers/Methods/Science Deserves Better/Rep_Files/&quot;)

#This is the original data file.
d &lt;- read.delim(&quot;Primary_Files/JournalArticles_ReplicationFiles_Peter_tab.txt&quot;)
d &lt;- d[!is.na(d$Year.Published),]

names(d)
</code></pre>

<pre><code> [1] &quot;Journal&quot;                                                            
 [2] &quot;Year.Published&quot;                                                     
 [3] &quot;Authors&quot;                                                            
 [4] &quot;Title&quot;                                                              
 [5] &quot;Does.the.paper.indicate.that.replication.files.should.be.available.&quot;
 [6] &quot;Paper.reference.to.replication.files&quot;                               
 [7] &quot;Are.replication.files.publicly.available.&quot;                          
 [8] &quot;Do.the.authors.state.that.they.are.available.upon.request.&quot;         
 [9] &quot;Author.email&quot;                                                       
[10] &quot;RepFilesAv&quot;                                                         
</code></pre>

<pre><code class="r">names(d)[5:8] &lt;- c(&quot;StateAv&quot;,&quot;RepRef&quot;,&quot;RepAv&quot;,&quot;UpReq&quot;)

set.seed(1234)
d &lt;- d[d$StateAv!=&quot;&quot;,]

###Produce RepFilesAv variable, which should be 1 if coded as 1, or if RepAv=Yes###
#Also checking that second round of coding went correctly. 
table(d$StateAv, d$RepFilesAv)
</code></pre>

<pre><code>
        .  ..   0   1
        0   0   0   0
  No    0   0 135  30
  Yes 176   1   0   0
</code></pre>

<pre><code class="r">d[d$StateAv==&quot;No&quot; &amp; d$RepFilesAv==&quot;.&quot;,]
</code></pre>

<pre><code> [1] Journal        Year.Published Authors        Title         
 [5] StateAv        RepRef         RepAv          UpReq         
 [9] Author.email   RepFilesAv    
&lt;0 rows&gt; (or 0-length row.names)
</code></pre>

<pre><code class="r">
table(d$StateAv, d$RepAv)
</code></pre>

<pre><code>
       No Yes
        0   0
  No  165   0
  Yes  56 121
</code></pre>

<pre><code class="r">
d$RepFilesAv[d$StateAv==&quot;Yes&quot; &amp; d$RepAv==&quot;Yes&quot;] &lt;- 1
d$RepFilesAv[d$StateAv==&quot;Yes&quot; &amp; d$RepAv==&quot;No&quot;] &lt;- 0
d$RepFilesAv &lt;- as.numeric(as.character(d$RepFilesAv))

table(d$StateAv, d$RepFilesAv)
</code></pre>

<pre><code>
        0   1
        0   0
  No  135  30
  Yes  56 121
</code></pre>

<pre><code class="r">table(d$RepAv, d$RepFilesAv)
</code></pre>

<pre><code>
        0   1
  No  191  30
  Yes   0 121
</code></pre>

<pre><code class="r">#RepFilesAv corrected 30/190 from RepAv by checking for replication files for those articles that didn&#39;t state availability

table(d$Journal[d$RepAv==&quot;No&quot; &amp; d$RepFilesAv==1])
</code></pre>

<pre><code>
AJPS APSR 
  12   18 
</code></pre>

<pre><code class="r">#About equally split between journals. 
#########

write.csv(d, &quot;Primary_Files/JournalArticles_ReplicationFiles.csv&quot;)


#Proportion who state that replication files are available:
#We found that 48\% of publications employing statistical analysis stated that replication files were available at a website, though we were only able to find replication files for 68\% of these; we were also able to find replication files for 18\% of publications that did not state the availability of replication files.
sum(d$StateAv==&quot;Yes&quot; &amp; d$UpReq==&quot;No&quot;)/length(d$StateAv)
</code></pre>

<pre><code>[1] 0.4795
</code></pre>

<pre><code class="r">#.48

sum(d$RepFilesAv[d$StateAv==&quot;Yes&quot;]==1)/sum(d$StateAv==&quot;Yes&quot;)
</code></pre>

<pre><code>[1] 0.6836
</code></pre>

<pre><code class="r">#.68

sum(d$RepFilesAv[d$StateAv==&quot;No&quot;]==1)/sum(d$StateAv==&quot;No&quot;)
</code></pre>

<pre><code>[1] 0.1818
</code></pre>

<pre><code class="r">#.18

#&quot;4% of publications state that replication files are available upon request.&quot;
sum(d$UpReq==&quot;Yes&quot;)/length(d$StateAv)
</code></pre>

<pre><code>[1] 0.03801
</code></pre>

<pre><code class="r">#0.04

#Proportion State Available by Journal
sum(d$StateAv==&quot;Yes&quot; &amp; d$UpReq==&quot;No&quot; &amp; d$Journal==&quot;AJPS&quot;)/sum(d$Journal==&quot;AJPS&quot;)
</code></pre>

<pre><code>[1] 0.6167
</code></pre>

<pre><code class="r">#.61
sum(d$StateAv==&quot;Yes&quot; &amp; d$UpReq==&quot;No&quot; &amp; d$Journal==&quot;APSR&quot;)/sum(d$Journal==&quot;APSR&quot;)
</code></pre>

<pre><code>[1] 0.1569
</code></pre>

<pre><code class="r">#.16

#Proportion Is Available by Journal
sum(d$RepFilesAv==1  &amp; d$Journal==&quot;AJPS&quot;)/sum(d$Journal==&quot;AJPS&quot;)
</code></pre>

<pre><code>[1] 0.4958
</code></pre>

<pre><code class="r">#.49

sum(d$RepFilesAv==1  &amp; d$Journal==&quot;AJPS&quot; &amp; d$Year&gt;2010)/sum(d$Journal==&quot;AJPS&quot; &amp; d$Year&gt;2010)
</code></pre>

<pre><code>[1] 0.6552
</code></pre>

<pre><code class="r">#.65
sum(d$RepFilesAv==0  &amp; d$Journal==&quot;AJPS&quot; &amp; d$Year&gt;2010)/sum(d$Journal==&quot;AJPS&quot; &amp; d$Year&gt;2010)
</code></pre>

<pre><code>[1] 0.3448
</code></pre>

<pre><code class="r">
sum(d$RepFilesAv==1  &amp; d$Journal==&quot;APSR&quot;)/sum(d$Journal==&quot;APSR&quot;)
</code></pre>

<pre><code>[1] 0.3137
</code></pre>

<pre><code class="r">#.31



###Producing Figure 1###
library(&quot;ggplot2&quot;)
library(colorspace)


d$y &lt;- rep(NA, length(d[,1]))
d$y[d$StateAv==&quot;Yes&quot;] &lt;- 1 
d$y[d$StateAv==&quot;No&quot;] &lt;- 0

d$y2 &lt;- rep(NA, length(d[,1]))
d$y2[d$RepFilesAv==1] &lt;- 1 
d$y2[d$RepFilesAv==0] &lt;- 0

d$x &lt;- d$Year.Published
d$xj &lt;- d$x + runif(length(d$x),-0.3,0.3)
d$yj &lt;- d$y + runif(length(d$y),-0.03,0.03)
#d$yj &lt;- 0.96*d$y + runif(length(d$x),-0.03,0.03)
d$y2j &lt;- d$y2 + runif(length(d$y2),-0.03,0.03)

height &lt;- 6


ggplot(d, aes(y=y, x=as.numeric(Year.Published))) + facet_grid(. ~ Journal) + theme_bw() +
  ylab(&quot;Publication States that Replication Files Are Available&quot;) +  
  xlab(&quot;Year&quot;) +
  stat_smooth(method=&quot;glm&quot;, family=&quot;binomial&quot;, formula= y ~ poly(x,3), fill = &quot;blue&quot;, size=1.2, alpha=0.05)  + 
  geom_point(aes(y=yj, x=xj), alpha=0.5) +
    theme(axis.ticks=element_blank(), panel.grid.minor.y=element_blank()) 
</code></pre>

<p><img src="data:image/png;base64,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" alt="plot of chunk unnamed-chunk-1"/> </p>

<pre><code class="r">#   scale_y_continuous(breaks=c(0, 1), labels=c(&quot;No&quot;, &quot;Yes&quot;))
ggsave(&quot;Output/Fig1A.pdf&quot;, width=1.6*height, height=height)

p2 &lt;- ggplot(d, aes(y=y2, x=as.numeric(Year.Published))) + facet_grid(. ~ Journal) + theme_bw() +
  ylab(&quot;Replication Files Are Publicly Available&quot;) +  
  xlab(&quot;Year&quot;) 
#+ ylim(0,1)
p2 +  stat_smooth(method=&quot;glm&quot;, family=&quot;binomial&quot;, formula= y ~ poly(x,3), fill = &quot;blue&quot;, size=1.2, alpha=0.05)  + theme(axis.ticks=element_blank(), panel.grid.minor.y=element_blank())  +
  geom_point(aes(y=y2j, x=xj), alpha=0.5)
</code></pre>

<p><img 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" alt="plot of chunk unnamed-chunk-1"/> </p>

<pre><code class="r">ggsave(&quot;Output/Fig1B.pdf&quot;, width=1.6*height, height=height)

</code></pre>

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